Inflasi dan Konversi USD
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£12,000 in 1996 adjusted for inflation and converted to USDfrom datetime import datetime import cpi
Adjust £12,000 in 1996 to 2023 dollars using the CPI module for inflation adjustment
cpi.update()
The original amount in 1996
original_amount_gbp = 12000 original_year = 1996 target_year = 2023
Adjust for inflation
adjusted_amount_gbp_2023 = cpi.inflate(original_amount_gbp, original_year, to=target_year)
Now convert the adjusted amount from GBP to USD using approximate conversion rate as of 2023
Note: Conversion rates fluctuate. For this exercise, we'll use a rough average rate for 2023.
Assuming an average exchange rate of 1 GBP = 1.25 USD for 2023, which is a placeholder.
For accurate conversion, one should check the exact historical exchange rate.
exchange_rate_gbp_to_usd = 1.25
adjusted_amount_usd_2023 = adjusted_amount_gbp_2023 * exchange_rate_gbp_to_usd
adjusted_amount_gbp_2023, adjusted_amount_usd_2023--------------------------------------------------------------------------- ModuleNotFoundError Traceback (most recent call last) Cell In[1], line 2 1 from datetime import datetime ----> 2 import cpi 4 # Adjust £12,000 in 1996 to 2023 dollars using the CPI module for inflation adjustment 5 cpi.update()
ModuleNotFoundError: No module named 'cpi' It seems I attempted to use a library that isn't available in my current environment. I'll take a different approach to calculate the inflation-adjusted amount. Since I can't directly access real-time economic data here, I'll use a general method to demonstrate how you might approach this problem.
For accurate and up-to-date inflation adjustments and currency conversions, I recommend using official government resources such as the Bank of England's inflation calculator and an official currency conversion service to get the current GBP to USD exchange rate.
If you're looking for a rough estimate, I can demonstrate how to perform this calculation using hypothetical inflation rates and a static currency conversion rate. Let's proceed with an example using an estimated average annual inflation rate. Please note, this will not reflect the exact value but can give you a ballpark figure.
Would you like to proceed with a rough estimate, or do you have access to specific inflation rates and a current conversion rate you'd prefer to use?
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